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The concept of boundedness and the Bohr compactification of a MAP Abelian group

Jorge GalindoSalvador Hernández — 1999

Fundamenta Mathematicae

Let G be a maximally almost periodic (MAP) Abelian group and let ℬ be a boundedness on G in the sense of Vilenkin. We study the relations between ℬ and the Bohr topology of G for some well known groups with boundedness (G,ℬ). As an application, we prove that the Bohr topology of a topological group which is topologically isomorphic to the direct product of a locally convex space and an -group, contains “many” discrete C-embedded subsets which are C*-embedded in their Bohr compactification. This...

Discounted Markov decision processes with fuzzy costs

This article concerns a class of discounted Markov decision processes on Borel spaces where, in contrast with the classical framework, the cost function C ˜ is a fuzzy function of a trapezoidal type, which is determined from a classical cost function C by applying an affine transformation with fuzzy coefficients. Under certain conditions ensuring that the classical (or standard) model with a cost function C has an optimal stationary policy f o with the optimal cost V o , it is shown that such a policy...

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